Ә) y=3+sinx, Шешуі: D(y)=R,E(y)=[2;4], sinx €[-1:1]
X
|
2π
|
-
|
-π
|
-π/2
|
0
|
π/2
|
π
|
|
2π
|
y=3+sinx
|
3
|
4
|
3
|
2
|
3
|
4
|
3
|
2
|
3
|
№82 T саны y=f(x) функциясының периоды екенін дәлелдеңдер
А) f(x) = sin
![](data:image/png;base64,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)
, Т=8π; Т= 2π/
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAW8AAAO2CAIAAACo8IGNAAAebElEQVR4nO3debDVBf3/cS8gouaWmpKO46hj5Tg2ZpZjTLtjmaXZ6r2AuOBu6gUhcYFyyQW1cEdE0cttJUezLMmx3LLU1DTXcilMRAhB1gvc+ztZ8/u24HI+vM79nHPP4/HHHUvf575mpOd8PpIwoKenZy2ANTag7AFAH6EmQIaaABlqAmSoCZChJkCGmgAZagJkqAmQoSZAhpoAGWoCZKgJkKEmQIaaABlqAmSoCZChJkCGmgAZagJkqAmQoSZAhpoAGWoCZKgJkKEmQIaaABlqAmSoCZChJkCGmgAZagJkqAmQoSZAhpoAGWoCZKgJkKEmQIaaABlqAmSoCZChJkCGmgAZagJkqAmQoSZAhpoAGWoCZKgJkKEmQIaaABlqAmSoCZChJkCGmgAZagJkqAmQoSZAhpoAGWoCZKgJkKEmQIaaABlqAmSoCZChJkCGmgAZagJkqAmQoSZAhpoAGWoCZKgJkKEmQIaaABlqAmSoCZChJkCGmgAZagJkqAmQoSZAhpoAGWoCZKgJkKEmQIaaABlqAmSoCZChJkCGmgAZagJkqAmQoSZAhpoAGWoCZKgJkKEmQIaaABlqAmSoCZChJkCGmgAZasKb6OjoGDdu3KxZs17vL+ju7u7NPdQtNeF13XXXXe3t7ffff3/ZQ2gMasJqPPvss2PGjJkxY0bZQ2gkasJ/WLBgwZlnnnnxxRd3dXWVvYUGoyb8y6pVq6688soJEybMnTu37C00JDXhH372s5+ddNJJjz/+eNlDaGBq0uweffTR9vb2X/7yl2UPoeGpSfOaM2fOaaedNnXq1Mo7Ttlb6AvUpBktX778oosu+ta3vvXqq6+WvYW+Q02azve///2vf/3rzz//fNlD6GvUpInce++97e3tla9lD6FvUpOmUHkSqTyPVJ5Kyh5CX6YmfdyiRYvOPvvsiy66aPny5WVvoY9Tkz6ru7t7ypQpp59++pw5c8reQlNQk75p5syZo0aNevTRR8seQhNRk77miSeeGD169M9+9rOyh9B01KTvmDdv3vjx4ydPnrxy5cqyt9CM1KQv6OrqmjRp0llnnbVgwYKyt9C81KThzZgxY+zYsc8880zZQ2h2atLA7r///vb29rvuuqvsIfAPatKQXnjhhZNPPnn69Ok9PT1lb4F/UZMGs2TJknPPPXfixIlLly4tewv8BzVpGJXHkGnTpp1yyikvvvhi2VtgNdSkMfzqV79qb29/6KGHyh4Cr0tN6t3TTz990kkn3XTTTWUPgTehJvVr/vz53/zmNy+77LIVK1aUvQXenJrUo5UrV1566aWVlFSCUvYWeKvUpO5UXmoqrzaVF5yyh0B11KSOPPzww+3t7bfffnvZQ6AINakLs2fPPuWUU6ZNm+Z3CKdxqUnJli5dOnHixPPOO2/x4sVlb4E1oiZl6ujoGDdu3KxZs2r3LVpaWoYMGXLnnXfW7lvAP6lJOe6666729vb777+/dt9ip512anvNNtts069fv9p9I/gnNeltzz777JgxY2bMmFGjz3/nO9/51a9+tRKRXXfdtUbfAlZLTXrPwoULzzzzzEmTJnV1dcU/fIMNNvj85z8/dOjQT3ziE5W3m/jnw5tSk96watWqK6+8csKECXPnzs1+8oABA/bee+/Kk8j+++8/aNCg7IdDVdSk5m655ZbRo0c//vjj2Y/94Ac/WHkSqbzUbLrpptlPhmLUpIYeffTRUaNGzZw5M/iZO+ywQ+VJpNKR7bffPvixsObUpCZefvnl00477eqrr66840Q+cPPNN//KV75SicgHPvCByAdCnJrk/ehHPzr00ENfffXVNf+o9dZb73Of+1wlInvvvXf//v3X/AOhdtQk7+67717DlFTC8fGPf7wSkQMOOGD99ddPDYOaUpP6suuuu1Yi0trausUWW5S9BaqjJnVh2223rRSk0pF3v/vdZW+BgtSkTJtsssmXvvSlSkSGDBlS9hZYU2pSgnXWWWffffdta2v7zGc+s/baa5c9BzLUpPe0tLR8+MMfrjyJVJ5HNtxww7LnQJia9Iadd975n/8679Zbb132FqgVNamhrbba6sADD6w8jOyyyy5lb4GaU5O8jTbaaMSIEZWIfOxjH/Ov89I81CRvwoQJZU+AEqgJkKEmQIaaABlqAmSoCZChJkCGmgAZagJkqAmQoSZAhpoAGWoCZKgJkKEmQIaaABlqAmSoCZChJkCGmgAZagJkqAmQoSZAhpoAGWoCZKgJkKEmQIaaABlqAmSoCZChJkCGmgAZagJkqAmQoSZAhpoAGWoCZKgJkKEmQIaaABlqAmSoCZChJkCGmgAZagJkqAmQoSZAhpoAGWoCZKgJkKEmQIaaABlqAmSoCZChJkCGmgAZagJkqAmQoSZAhpoAGWoCZKgJkKEmQIaaABlqAmSoCZChJkCGmgAZagJkqAmQoSZAhpoAGWoCZKgJkKEmQIaaABlqAmSoCZChJkCGmgAZagJkqAmQoSZAhpoAGWoCZKgJkKEmQIaaABlqAmSoCZChJkCGmgAZagJkqAmQoSZAhpoAGWoCZKgJkKEmQIaaABlqAmSoCZChJkCGmgAZagJkqAmQoSZAhpoAGWoCZKgJkKEmQIaaABlqAmSoCZChJkCGmgAZagJkqAmQoSZAhpoAGWoCZKgJkKEmQIaaABlqAmSoCZChJkCGmgAZagJkqAmQoSZAhpoAGWoCZKgJkKEmQIaaABlqAmSoCZChJkCGmgAZagJkqAmQoSZAhpoAGWoCZKgJkKEmQIaaABlqAmSoCZChJkCGmgAZagJkqAmQoSZAhpoAGWoCZKgJkKEmQIaaABlqAmSoCZChJkCGmgAZagJkqAmQoSZAhpoAGWoCZKgJkKEmQIaaABlqAmSoCZChJkCGmgAZagJkqAmQoSZAhpoAGWrSF/T09MydO/fFF1+cPXv2ar/W9LtvuOGGgwcP3nLLLQe/5p9/8P//42abbVbT7079UJPGsGzZstcrReXrSy+9tGrVqrK2LVq06OnXrPbPDhgwYIsttni91lT+YODAgb08mBpRk3oxb968N+jFggULyh5Y0MqVK194zev9BZtssslqK/PPrxtvvHEvjmWNqEkv6erqmv2a1fai8nCxYsWKsjeWY/5rHnvssdX+2XXWWecNWlN56unfv38vD+b1qEnY3LlzZ86c+V+xqKj8D6bsaQ1p+fLlz71mtX+2paVl8803/9/W7L///muvvXbvLkVN0h544IG2trayVzSLnp6eOa/5wx/+8O//fSXflceWslY1LTUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQnbe++9u7u7y14BJVATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgIxGrUlLS0vZE2A1enp6yp5QmkaqiYJQ//79R2mzlaVhaiIlNJzKD9qmCkpj1ERKaFBNFZQGqImU0NCaJygNUBOgIagJ1FyTPJ7Ue0285kCjqPeaAI1CTYCMeq9J5W3Tyw40hHqvCfQBzfCPYNdSEyClAWriZYeG1iQPJms1RE3WEhQaVvOkZK1GqclagkIDaqqUrNVANVmr+f7eQGNppJoA9UxNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATettjjz32/ve/f9myZYU/obu7O7iHFDWhV3V1dR144IFrkhLqlprQq8aOHfvII4+UvYKaUBN6z6233jpp0qSyV1ArakIvmTdv3ogRI3p6esoeQq2oCb3k0EMPnT17dtkrqCE1oTdceeWVN910U9krqC01oeaefPLJUaNGlb2CmlMTamvFihVtbW1Lliwpewg1pybU1qmnnvr73/++7BX0BjWhhn71q19dcMEFZa+gl6gJtTJ//vzhw4f7f8E3DzWhVg4//PBZs2aVvYLeoybUxNSpU2fMmFH2CnqVmpD35z//+fjjjy97Bb1NTQhbtWpVa2vr4sWLyx5Cb1MTwsaPH3/fffeVvYISqAlJd9111znnnFP2CsqhJsQsXLhw2LBhfkq4aakJMUcdddTzzz9f9gpKoyZkdHR0fPe73y17BWVSEwKee+65Y489tuwVlExNWFPd3d1Dhw5duHBh2UMomZqwps4444x77rmn7BWUT01YI/fee++ZZ55Z9grqgppQ3KJFiyrvOKtWrSp7CHVBTSjumGOOeeaZZ8peQb1QEwr6wQ9+cP3115e9gjqiJhTx17/+9cgjjyx7BfVFTahaT0/PsGHDXnnllbKHUF/UhKqdc845d9xxR9krqDtqQnUeeOCBCRMmlL2CeqQmVGHJkiWtra0rVqwoewj1SE2owvHHH//000+XvYI6pSa8VTfccMPVV19d9grql5rwlvztb38bOXJk2Suoa2rCW3LQQQf9/e9/L3sFdU1NeHMTJ0687bbbyl5BvVMT3sRDDz106qmnlr2CBqAmvJFly5a1trZ2dXWVPYQGoCa8kfb29ieeeKLsFTQGNeF13XzzzVdccUXZK2gYasLqvfTSS4ceemiBw+233/6666770Ic+FJ9EnVMTVu/ggw9++eWXq70aMGBAZ2fn7rvvXotJ1Dk1YTUmTZr085//vMDh+PHjpaRpqQn/7dFHHx07dmyBwyFDhpx88snxPTQKNeE/LF++vLW1tfK12sONNtqoo6OjX79+tVhFQ1AT/sOYMWMqzyYFDi+77LJtttkmvocGoib8n1/84heXXHJJgcO2trYDDzwwvofGoib8y9y5c0eMGNHT01Pt4bbbblt5MKnFJBqLmvAvhxxyyEsvvVTtVf/+/Ts6OjbYYINaTKKxqAn/cPnll998880FDseNG7fnnnvG99CI1IS1nnjiidGjRxc4/OAHP3j66afH99Cg1KTZrVixorW1denSpdUevu1tb5s+fXrlTacWq2hEatLsKq8qDz30UIHDSZMmbbfdduk5NDA1aWq33XbbhRdeWODwi1/84ogRI9JzaGxq0rz+/ve/H3TQQQV+SnjrrbeePHlyLSbR0NSkeY0cOfJvf/tbtVf9+vW77rrrNt544xosorGpSZOaMmXKDTfcUOBw9OjRH/3oR9Nz6AvUpBk9/fTTJ554YoHD973vfWeeeWZ8D32DmjSdlStXtrW1LV68uNrD9dZbr7Ozc8AAP2ZYPT8yms7pp59+//33Fzi88MILd9xxx/ge+gw1aS533HHHeeedV+Bwv/32O/zww+N76EvUpIksWLBg2LBh3d3d1R4OHjx4ypQptZhEX6ImTeTII4/861//Wu1VS0vLtddeu+mmm9ZiEn2JmjSL66677vvf/36Bw+OPP36vvfaK76HvUZOm8Oyzzx533HEFDnfZZZdzzjknvoc+SU36vlWrVrW1tb366qvVHg4aNKizs3PgwIG1WEXfoyZ93ze/+c177723wOF555230047xffQV6lJH3fPPfecffbZBQ4//elPH3vssfE99GFq0pdV3m6GDh1aedOp9vAd73jHNddcU4tJ9GFq0pcdffTRzz33XIHDqVOnVoKSnkMfpyZ91ve+973p06cXOKw0aJ999onvoc9Tk77pL3/5y1FHHVXgcKeddpo4cWJ8D81ATfqgnp6eYcOGLViwoNrDgQMHdnZ2Dho0qBar6PPUpA86++yz77zzzmKHu+yyS3wPTUJN+pr77rvvG9/4RoHDT37yk+3t7fE9NA816VMWL17c1ta2cuXKag833XTTadOm1WISzUNN+pTjjjvuT3/6U4HDq666avDgwfE9NBU16TtmzJhx7bXXFjg87LDD9t9///Aamo+a9BEvvPBCsV8bbccdd/z2t7+dnkMzUpO+oKenZ/jw4fPnz6/2cO21154+ffp6661Xi1U0GzXpC84///zbb7+9wOE3vvGN3XbbLb6H5qQmDe/BBx887bTTChx+5CMfGTt2bHwPTUtNGtvSpUtbW1tXrFhR7eHGG298/fXXt7S01GIVzUlNGtuJJ5745JNPFji84oortt566/gempmaNLCbbrpp8uTJBQ6HDx/+5S9/Ob6HJqcmjWr27NmHHXZYgcPtttvukksuie8BNWlUBx100Ny5c6u96t+/f0dHx9ve9rZaTKLJqUlDuuiii2bOnFng8LTTTttjjz3ie2AtNWlEf/jDH8aNG1fgcM899zz11FPje+Cf1KTBLF++vLW1tfK12sMNN9yw8o7Tr1+/WqyCtdSk4YwePfqxxx4rcHjJJZdsu+226Tnwf9Skkdxyyy2XXnppgcOvfvWrQ4cOje+Bf6cmDePll18++OCDCxxus802V1xxRXwP/Bc1aRiHHHLInDlzqr3q169fR0fHhhtuWItJ8O/UpDFUXnB++tOfFjj8+te/PmTIkPge+F9q0gAef/zxMWPGFDjcfffdi/2K01CAmtS7rq6u1tbWpUuXVnu4/vrrT58+vX///rVYBf9LTerdySef/PDDDxc4/M53vrPDDjvE98DrUZO6NnPmzGK/aOsBBxxwyCGHpOfAG1GT+jVv3rwRI0b09PRUe7jVVltdddVVtZgEb0BN6tdhhx324osvVnvV0tIybdq0TTbZpBaT4A2oSZ2aPHnyjTfeWOBw1KhRH//4x+N74E2pST166qmniv2WwLvuuutZZ50V3wNvhZrUnZUrV7a2ti5ZsqTaw3XXXbezs3PttdeuxSp4U2pSd0499dTf//73BQ4vuOCCd73rXfE98BapSX359a9/PXHixAKH++6775FHHhnfA2+dmtSRV155ZdiwYd3d3dUebrHFFlOnTq3FJHjr1KSOHHHEEbNmzSpweM0112y22WbxPVAVNakX11577Q9/+MMCh8cdd9ynPvWp+B6olprUhT//+c9f+9rXChzuvPPO5513XnwPFKAm5Vu1alVbW9uiRYuqPVxnnXU6OzsrX2uxCqqlJuWbMGHC7373uwKH55xzTuXZJL4HilGTkt19992VKBQ43HvvvY8//vj4HihMTcq0cOHCoUOHVt50qj3cbLPNrr322hosguLUpExHH330888/X+Dw6quv3mKLLeJ7YE2oSWmmT5/e2dlZ4PCII4747Gc/G98Da0hNylF5JDnmmGMKHL773e++8MIL43tgzalJCbq7u4cOHbpw4cJqDwcOHFh5oll33XVrsQrWkJqU4Kyzzrr77rsLHJ5xxhm77rprfA9EqElv++1vf1uJQoHDj33sY6NHj47vgRQ16VWLFi1qa2tbuXJltYebbLLJdddd19LSUotVEKEmverYY4995plnChxOnjx5q622iu+BIDXpPT/84Q8rzxcFDg8++OAvfOEL8T2QpSa9ZNasWUcccUSBwx122GHSpEnxPRCnJr2hp6dn2LBhr7zySrWHAwYMmD59+vrrr1+DURCmJr3h3HPP/fWvf13gcPz48bvvvnt8D9SCmtTcAw88UIlCgcMhQ4acfPLJ8T1QI2pSW0uWLGlra1uxYkW1hxtttFFHR0e/fv1qsQpqQU1q64QTTnjqqacKHF522WXbbLNNfA/UjprU0I033jhlypQCh5XHmQMPPDC+B2pKTWrlxRdfPOywwwocbrvttpUHk/geqDU1qZXhw4fPmzev2qv+/ft3dHRssMEGtZgENaUmNXHBBRfcdtttBQ7HjRu35557xvdAL1CTvIcffviUU04pcLjHHnucfvrp8T3QO9QkbNmyZa2trV1dXdUeVt5uKu84lTedWqyCXqAmYaNGjXr88ccLHE6aNGm77baL74FeoyZJP/3pTy+//PICh1/60pcOOuig+B7oTWoSM2fOnEMOOaTA4dZbb33llVfG90AvU5OYgw8++OWXX672ql+/ftdff/3GG29cg0XQq9Qk4+KLL77lllsKHJ500kkf+chH4nug96lJwB//+MexY8cWONxtt92K/YrTUIfUZE11dXW1trYuW7as2sP11ltv+vTpAwb4W0Af4YfymhozZswjjzxS4PCiiy7acccd43ugLGqyRm699daLL764wOH+++8/cuTI+B4okZoUN3fu3BEjRvT09FR7OHjw4GK/UgHUMzUp7tBDD509e3a1Vy0tLdOmTXv7299ei0lQIjUp6IorrvjJT35S4PCEE0745Cc/Gd8DpVOTIp588slRo0YVOHzve9/7rW99K74H6oGaVG3FihWtra1Lly6t9nDQoEGdnZ0DBw6sxSoonZpU7ZRTTnnwwQcLHJ5//vnvec974nugTqhJdW6//fYLLrigwOE+++xzzDHHxPdA/VCTKsyfP3/48OEFfkr4He94xzXXXFOLSVA/1KQKI0eOfOGFFwocTp06dfPNN4/vgbqiJm/V1Vdf/eMf/7jAYeUFp/KaE98D9UZN3pI//elPJ5xwQoHDnXba6fzzz0/PgXqkJm9u5cqVbW1tixcvrvZwnXXW6ezsHDRoUC1WQb1Rkzc3fvz4++67r8Dh2Wefvcsuu8T3QH1Skzdx5513nnvuuQUO99prrxNPPDG+B+qWmryRBQsWDBs2rLu7u9rDTTfddNq0abWYBHVLTd7IUUcd9Ze//KXA4ZQpU7bccsv4HqhnavK6rr/++u9973sFDkeOHLnffvvF90CdU5PVe+6554499thit1e9JruHf9evX79af4sCr7eoyeq1tbW9+uqrZa+ARqImq/eb3/ym7AnQYNQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDVZPb/V2xqq6W/H5+9OfVITIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQE2qiu7u77An0NjUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgAw1ATLUBMhQEyBDTYAMNQEy1ATIUBMgQ02ADDUBMtQEyFATIENNgIz/B1yDlKHGQ57OAAAAAElFTkSuQmCC)
=8π
Ә) f(x) = 4сos2x. T=π T=2π/2=π
№83 берілген функцияның жұп ,
тақ немесе жұп та ,тақ та емес екенін көрсетіңдер
а) у=
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fHJxU8RUELz549EyFm/fr18i/55ZdfDh8+XL16de16pTOGDeAIyD2AMqdOnbp8+bLZSRytMOvx48dNmzbdv3+/0hcGBQWlmtzDsAEcBLkHUMbSXnuGDBnE1l3nzji+e/fu+fj4WLp4O3nr1q27fv16wYIF1e6UHTBsAAdB7gGUCQ0NNft7X19fT09PnTvj4CIiIurVq3flyhXrXv7y5cvvv/9+8uTJ6vbKLhg2gIMg9wAKHDt2TGzLzU7iaMVrzp075+Pjc/v2bVtmMnfu3NGjR2fMmFGtXtkFwwZwHOQeQAFLRyvELnujRo107owjO3ToUJMmTR49emR2aqlSpSxd0f2ax48fz58/v1+/fmp2TncMG8BxkHsABcLCwsz+vnHjxhkyZNC5Mw5r8+bNbdq0iY2NNTtV5CGRA6pVq3bmzBmZuX3//fd9+/Z16uexM2wAx0HuAWQdOHDg1q1bZidxtCLJkiVLunXr9uLFC7NTO3XqNG/ePHd394CAgB49esjM8OrVq+vXr3feO9wwbACHQu4BZFk6WpEpU6aGDRvq3BnHFBQUNHjwYEvPXQ8MDJw6dWrizx06dBgyZIilA2FvztZ5cw/DBnAo5B5ASkJCwqpVq8xOatasWbp06XTujwMaPnz4hAkTLE0dO3bs119/nfTfDBkyfP7559OmTZOZ84EDB06dOlWhQgXbO6kzhg3gaMg9gJS9e/feu3fP7CSOVoite69evebOnWt2qpub24wZM3r27Pna7/39/YODgy19OfSaoKCgxYsX29pR3TFsAEdD7gGkWHq4UpYsWerXr69zZxxKfHx8+/bt165da3Zq2rRplyxZ4ufn9+YkLy+vevXq7dixQ2YpK1eunDhxYp48eWzqq+4YNoCjIfcAKXvx4sWaNWvMTmrRooWHh4fO/XEc0dHRzZo127t3r9mpnp6e4u8mwo2llwcEBEjmnufPn8+YMWPcuHHW9dMuGDaAAyL3ACnbtWtXZGSk2UlGPlpx//79hg0bnjx50uzUrFmzbtmypUqVKsnMoXHjxoUKFbp27ZrM4kJCQkaMGJE+fXpr+moPDBvAAZF7gJRZuiQne/bsderU0bkzDkKElfr161+6dMns1Lx58+7YsaNUqVLJz8TV1bV3795Dhw6VWeKDBw8WL14sefW7I2DYAA6I3AOkID4+ft26dWYntWzZ0t3dXd/uOITz5883aNDgr7/+MjvVy8tr586dhQoVkplVt27dRo0a9ezZM5nGwcHBzpJ7GDaAYyL3ACnYtm1bVFSU2UnGPFpx5MiRxo0bP3z40OzU8uXLi79Yrly5JOeWPXt28WeUvFYrPDx8+/btInLJ9tV+GDaAYyL3ACmwdLRCbNpr1aqlb1/sb+vWrX5+fk+fPjU79eOPP964cePbb7+taJ4BAQHy16gHBQU5Re5h2ACOidwDJCc2NlZsyM1Oat26tZubm879sa+lS5d27drV0jMoGjduHBoaasV5xx988EGlSpV+/fVXmcY7duy4cOFCimcO2RfDBnBY5B4gOZs3b46JiTE7yWhHK4KDgwcOHGjpNoOfffbZggULrD5tJSAgoEuXLpKNp02b9uOPP1q3IH0wbACHRe4BkmPpaEXevHk/+ugjnTtjRyNGjPjuu+8sTfX39//hhx9smX+7du0GDx784MEDmcZLly4VncmRI4ctS9QUwwZwWOQewKInT55s2bLF7CQ/Pz9XV1ed+2MXCQkJvXv3njNnjqUGgwYNmjRpko1LSZcuXdeuXSXnExcXN3v2bBHFbFyoRhg2gCMj9wAWrV+/PjY21uwkgxyteP78efv27S3ddFgYMmRIMs8iVUSkqylTpoiYJdN45syZX331lWPe8phhAzgycg9gkaWjFQULFqxatarOndGf2Hi3aNEimedIDBgwQK3QIxQuXNjX13fTpk0yje/cubNixYqOHTuqtXQVGXzYAA6O3AOYFxUVtX37drOTzD5lM5WJiYlp1KjRgQMHLDXo2rXrlClT1F1oQECAZO5xMV3Q7oC5x+DDBnB85B7AvHXr1sXHx5udlOqPVkRHR/v4+Bw5csRSgwYNGoSEhKi+XDFbLy+vy5cvyzQ+ffr0vn37atasqXo3bGHkYQM4BXIPYN6KFSvM/r5IkSKVKlXSuTN6io2NbdiwYTKhp0SJEmFhYRo9aaF3796DBg2SbBwUFORoucewwwZwFuQewIzIyMjdu3ebnZS699qfP3/esmXLw4cPW2rg6em5evXqjBkzatSBLl26jBgxwtJ5wa/ZtGnTlStXihUrplFnlDLssAGcCLkHMENs2i3dlTh1b8A6duxo6fSUROPGjStZsqR2HciSJcunn346b948mcYJCQnff/99cHCwdv1RxLDDBnAi5B7ADEuX5Hh7e5crV07nzuhm5MiRoaGhyTQoXrx43759te5GQECAZO4RFixYMHbsWKVPBNOIMYcN4FzIPcDr7t27t2/fPrOTUvFe++rVq8ePH598G39/fx2eLVW+fPlq1aolc4LRv8XExMyZM0f+lCDtGHPYAE6H3AO8Liws7OXLl2YnpdYN2K1bt7p3755iMx8fHx0642L6ykcy9wjTp08fMGCA3R/2acBhAzgjcg/wOktHK0qZ6NwZfYic8ejRoxSbFS5cWPOumPj5+Q0cOPDevXsyja9fv7569Wq73x3HgMMGcEbkHuB/3Lp169ChQ2Ynpda99oMHD27YsEGmpUgYxYsX17o/goeHR/fu3VM87pYkKCjIvrnHgMMGcFLkHuB/hIaGvnr1yuyk1LoBmz17tmTLUaNGLVu2TNPOJOnZs+eECRMsHTl6zdGjR/PmzVuhQoXy5ctXMNH54nYDDhvASZF7gP9h6WhFuXLlvL29de6MPvbu3SvZcsWKFdeuXRPpp27dulqfT5M/f/6mTZuuXbtWsv2dO3e2miT+N1OmTOIjS0pC4l+tOmpiwGEDOClyD/D/RUREHD9+3OykVLzX/vfff8s3PnLkiI+Pz6BBgyZNmqRdlxIFBATI557XREdHHzQRP2fPnv3+/fuqdu1/GHPYAE6K3AP8f8ncvaZNmzZ69kRPefPmFVtuRS959913tenL/6hdu3aJEiUuXrxo43xKly6tSn8sMeawAZwUuQf4/yw9XKlSpUpFixbVuTO68fX1nTlzpqKXlC1bVqPOvMbf379fv342zqRMmTKqdMYSYw4bwEmRe4D/c+nSpdOnT5udlLqPVgwdOlRsuSMjIyXbu7q6av0NSpLOnTsPHz48JibGlplomnsMO2wAJ0XuAf6PpVNTxWY+dR+tyJ8/v6JTfPSUKVOmx48f27sXyTHssAGcFLkH+D+WNmBVqlQpUKCAzp2Bs2DYAM6F3AP8n3Pnztm7C3A+DBvAuZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUZB7AACAUWiVe1xdXTWaMwAASE1evXql27LUzz0kHgAAIC8xOeiTflTOPYQeAABgBREhdIg+nN8DAAAcgg7RR83cw5c9AADAkamZe0RGI/oAAACHxXEuAADgEJzv/B6+8gEAAFZwyuu5XPS9Ch8AAEAex7kAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHsAAIBRkHvs4NatWz/99NPGjRuvXLkSGRmZI0cOb2/vJk2adOjQIVeuXPbuHQAAqRa5R1fPnz8fPXp0UFBQXFxc0i//Mtm7d+8333wzcODAkSNHpknD5wIAgPrYvuonMjKyRYsWBw4csNTgyZMnY8eO3bdv35o1a7Jly6Zn3wAAMAJyj05evHiRfOhJsn///pYtW+7atYtvfQAAUBdbVp18++23MqEnkYg+Y8eOFS/RtEsAABgNuUcPd+7cmTp1qqKXiPYBAQGc5gwAgIrIPXpYunRpbGysopc8efLkp59+GjBggEZdAgDAgMg9eti0aZMVr9q4cSO5BwAAFZF79HDp0iUrXvXHH3+o3hMAAIyM3KOHBw8eWPGqv//+W/WeAABgZOQePWTNmvXu3btKX8UtfAAAUBe5Rw/FihWzIveIV2nRGQAADIvcowdfX9/Dhw8rfVWTJk206AwAAIZF7tFDx44dx44d++zZM/mXpE+fvkOHDtp1CQAAAyL36KFAgQKBgYETJ06Uf8mAAQPy5cunXZcAADAgco9OxowZc+jQoYMHD8o0/vjjj0ePHq1xjwAAMBxyj048PDzWrVvXvHnzFKOPCD1r164V7fXpGAAAxkHu0U+2bNl27979zTffTJs2zey5PhkyZBg4cOCoUaN4EjsAAFpg+6orDw+P//znP/7+/kuWLNmyZcuVK1cePnyYPXv24sWLN27c+LPPPsudO7e9+wgAQKpF7rGDAgUKDDexd0cAADAWcg8AADAKcg8AADAKcg8AADAKcg8AADAKcg8AADAKcg8AADAKcg8AADAKcg8AADAKcg8AADAKcg8AADAKcg8AADAKcg8AADAKcg8AADAKcg8AADAKZ8090dHRp06dOnfu3G+//Xbjxo3bt2/fvXv36dOnsbGxz58/T2+S4R+ZMmXK97+KFCmSP39+e7+JVO7BgwcnTpw4e/as+JguXrwYGRn58OHDx48fp0mTRnwoOXLkEB+Bl5dXhQoVqlWrVq5cOXv3F6nE/fv3T548GR4efsPk5s2b4jeiMiTVh3Tp0on6kPhv4g+iRLzzzju5c+f+978FChQQ/9r73VgkauCvv/566dKla9euXTcRb/OpiXibcXFxHh4eYkV76623xL9Zs2YtVKhQwYIFxb9ipatUqVLOnDnt/Q4UoOBDRU6We8TQX7169e7du8UK//LlS0vNElf+5GclyoG3t/e7/yhTpkzJkiXFJlntLhuLKEO7du3as2fPzz//LIrUq1ev3mzz4sULUZRFBhIlWzRL/KXYwDRr1uyLL754//339e0yUoPLly9v2bJFDDwRtW/dupV841gTmdmKjWjhwoWLFi1avHhxbxNRJfLkyaNGl60hdh42bty4b9++Y8eOiX0Js+tXElEhE1e0xP/+8ssv/54q3lflypVr1KjRvHnzvHnzathpG1DwoQXn+NSjoqJ+/PHHefPm/fHHH2rNU6wnp02SfiN2j0qUKFHW5Msvv7Rint+aqNXDhIQEW17+8ccfHzp0yMY+iF1JsdebYrPHjx9v2rRJVKjt27enWIDMunPnToiJ6PaECROqVatmxUwcUKdOnZYuXWr1y0VdFnu377zzjopdEsaMGTN69Gj59u3bt//pp5/U7YMqxN7/ggULNmzYcOXKFS3mL+JRuMm/f5klS5bSpUuXK1dOFIoePXposdzXPHr0aPny5WL92r9/v9htUGWeESahoaF9+/atUqVKy5YtxVjNlSuXKjO3kbMUfK1RPTTi6LknOjr6u+++mzFjRkxMjNbLev78+TkT8SE55mqgP7HaJJ97xK7Y/Pnz165dK/YsVVnigQMHPvzwQ39//0mTJom9bVXmaUdnzpyx5eViIyeq//Dhw9XqTyIxyBW1FxvdxA9F3W5Y7dmzZ8uWLZszZ87Ro0f1X7pIIYdMxM9a5x4RTaZNmyZWMe0K4KtXr46ajBw58rPPPhs4cGDJkiU1WlaKKPj/RvXQiEPnHhF1xXC8e/euvTtiXCL3mP19ZGSk2CELCQm5du2aFsudOXPmwYMHt27dasdjCrYThfXixYs2zkRs3YcNG+bq6qpKlxKdPXtW6Utmz57tCJUrISFh4cKF3377raWRmWqIuvfVV1+JTXIyx3fUJdKk2EyKjNWqVaspU6bIfNGrLgr+v1E9tOOguefx48e9evVasWKFvTuiTMaMGcUIS/6gu25EZ2yfyZtbF7Eqih3QJUuWSJ4hYTWxdlWrVu3AgQP611+1/PnnnzYerHQxHWoU+c/X11eVLrmY6mlERITSV12+fFmtDlhtx44dgYGBtm8MHJwYMyL3jxw5MioqSv+li/K1atWqLVu2fP3114MGDUqbNq0OC3XSgq8pqod2HDH33Lx508fH58KFC/buiGKiTPTs2fOMSeKx5PPnz2udDywRw/3KlStH/yFihBiySmfy79wj3tS4cePWrFmjW7C7fv26WGMPHTr09ttv67NEdXl7ez969Ej88RMPi4gfoqOjrZiP2FtSsXJ5eHiIVSwsLEzsC8p/kZ4jRw61OmCFp0+fDh48WPwd7NgHffz111+tW7e2y/G7fxN/cJF7xCBZvXp1kSJFNF2W8xZ8TVE9tONwuefq1auffPKJ/JfYZcuWrV69etWqVcuUKZM1a9YsWbKIbaRYaaNMxG6E2Paf+cf9+/c17byL6VuWD00S/ysC+++//y4CUGISEv/q+S1uMZMOHTqIn+Pi4k6cOJEUg1K85iVR4gch0psoghs2bNC2u+aIRffo0cN5dwQ9PT3rmLiYBoNIn4f+IT/IRYQVtUbFC3Fz5szpb7Jr167OnTvfvn07xZckDWn9nTp1qm3btlbsMubLl69u3brvv/9+8eLFvby8RGUQq2f69OmfPXsmVocHDx6IlVH8YcUaGh4efvz4cVF8tOi/vIMHD/r5+SktEaVKlapXr15pk7x582YyETsnMTExYksphpmIFGI92rlzp9KvykTJqlSp0pIlS1TccL7G2Qu+pqgeGnGs3BMZGSlWMJlPNF26dO3atevXr1+FChXenJq45id+0tWqVfvss88Sfy9W+02bNi1evPi3335Tt+eWuLm5lTRp37590m/0WfRrRLn/dyCT7IaomF26dBGFz/ZvXK0WGhra2sReHVCL+JuXNwkICHAxjcxjx47JvPDly5c//vjjmDFjVO+SiAVr1qyRuXru888/V33pMkTVbtOmzZMnT+Rfki1btk6dOnXt2lVsGs02SLzdi9hkir2Cf/9eJKE9e/bs2LFDVAn9zzJZunSp6LP85Vribfbt21e8U0vfx2QzKVSo0EcffZT4GxEyfvrpp+nTp//999+SS3n48GGTJk3ES7Q4PyP1FXztUD1U5Fi5RxQ4mQsX33vvveXLl4u9HKXzL2EyePDg/fv3Dx8+/PDhw1Z100D+MLF3L1yGDBnSrFkzDw8Pe3dETf379//0008lG8+bN2/UqFHu7u6qd0PsQKfYpkqVKg0aNFB90SmaM2eO2NzKn9grNn5iqAwaNEjEGisWlz17dj8TkfJFiZg/f35YWNizZ8+smJVSK1euFDsYku9UrAjDhg378ssvPT09FS2laNGiI0eOFC+cOXPmN998I3nLiVevXvXp00f8oHr0oeBbjephCwfKPdOmTRM7Wyk2E6vKokWLRPy3ZVk1atQ4ePDgrFmzRIlU6wJso3nrrbcS7wCbJF++fDly5MiZM2fGjBnFBySqs/jbRkVFif258+fPHz16dPPmzZLH114TERExd+7c3r17q/4u7EhsX8UWSPIPcvv27Q0bNrRo0UL1brx2c5o3ubq6TpkyRfXlpkjspPbq1Uu+vdj7XLJkiSp3KxH71rVMxBufPHnyjBkzrLsrlaS1a9d27NhRMvR4e3uLEGD2aw9JIhQOHDhQjCWxF37gwAHJV4noI/4sij6R5FHwbUH1sIWj5B7x+X399dcpNhOVSJQ2tfb7xXZU7G0EBwerMrdUr3jx4u+//37FihXLlSsn9qJkLrNKvG187ty5P/jgg8SvOrdt2zZ+/Hgrbqj4/fffp7LcI3a/xA60zLBPNHv2bC0qV2hoaPIN+vXrV716ddWXm7z169cnfp8vacSIEd9++6261+u6mE5lmDhxohjt3bp1U3fOSc6ePduhQwfJw1tiPdq6dWu2bNlsX26RIkV2797dtWtX+TvjiZFQqlQpkSFsXzoF30ZUD1s4Su4ZPXp0itc95ciRY82aNeoe7OjZs2fqWA20I7Yo1apVq1q1atasWW2fm4/J/Pnz+/btq+hKt99//33v3r2iDtreB8chht+4ceMk/w67du26evVq0aJFVexAZGSk2AlOpkHp0qX/85//qLhEGUeOHGnfvr384a3JkycPHDhQu/4knliqhejoaLHjLvkNRIUKFfbs2aP02FYy0qRJs3jx4kyZMiU/BpKIcNa2bdsTJ07Y/lwLCr7tqB5Wc4jcc/PmzYULF6bYTGyAs2TJou6ixZ6c2H3Zv3+/urNNTbQ4IS7xnNMGDRooukNJWFhYKss9Ysdd7OvPnTtXpvGrV69CQkImTpyoYgdEXEjm4tjMmTOvXbvWunNlrCaGRLt27eQPRowdO1bT0CMULFiwWLFiWjwK44svvrh06ZJMy5w5c65bt07F0JNk+vTp169f37x5s0zju3fviugjCqYtX61R8FVB9bCaQ+Qesfef4r5drly5NDrMIVJz6lgNnEvlypWXL1+u6PpYUZpnzJihXZfson///pKVSxBbC7GHp9YesKhKYnff0lQ3N7elS5d6eXmpsix5vXr1kr9Gt3nz5vJf9duiTp06queeDRs2iCgv2XjevHka3cBTfNBiTRT7ISL9yLQ/dOjQnDlzbHlABwVfLVQP6zhE7pHJ/j4+PhpdztOqVSsxeuQv7IRaxGcqSpvkd+wuptsYim3Pa9ceO7vSpUuLberu3btlGt+/f3/VqlVJ90SwRXh4ePIXl06fPr1Ro0a2L0iRZcuWrVy5UrKxyAGLFi3StD9JxGf0448/qjjDuLi4wMBAycZNmzZt3Lixikt/TcaMGcW7E+ujZPvhw4eLspk9e3brFkfBVwvVwzr2zz2XLl2Sue91w4YNNepA2rRpxUc4efJkjeaPZIg/+5o1a+TvlXLy5MlUlnsEsf2TrFwupvMTba9c9+7da9KkSTLfUQ8ZMkT/s8ifPHkyaNAg+fbBwcGZMmXSrj//9sknn6j7CJoJEyZI3u/f3d196tSpai3Xkvr167dp0ybF01QTRUZGDh06dM6cOVYsiIKvLqqHFeyfeyQ/Mytu3iCvZ8+eU6ZMcZDnahlKhgwZevToMXbsWMn2p06d8vPz07RL+hM7RsWLF5c8z+PAgQNiZ8uWJ2bHxMT4+vomc29i8YmIrbLV87faf//7X/kE7OPj07x5cy278z9y5MhRtmxZG5+PneThw4fyF/e2bt1a3dNRLRk1atSqVask71C6aNGikSNHFixYUOlSKPjqonpYwf655/Tp0zLNcuXKpV0fihUrVrt2bfnUDBX16tVLrCeSzw6z+5MENNK3b99+/fpJNg4JCZk2bZp1C4qLixP7aidPnrTUoGPHjnZ5DNadO3cUfasxevRozfpiXp06ddTKPTNmzJC/A/XgwYNVWWiKxOZQZCzJr3xevHghPi8rxiEFX3VUD6Xsn3t+//13mWZWH0uWJLa+qWY1cC558uT54IMPJG+lat1tDx1fly5d5J+/vXjxYpEUrbhQIj4+vlmzZvv27bPUoF27dgsWLFA6W1WIdyQfBWrVqlW5cmVN+/MmkXtUOd707NmzH374QbJxqVKl3n//fdsXKkmUQcncI8ydO/ebb75RejMhCr7qqB5K2T/3SB7kFsUiTRoNe9uqVSs7PoLK4KpVq2bw3OPp6dm1a9egoCCZxo8ePVqxYoXSR96INahly5Y7d+601KBTp07z58+3y/PjROKROdc1yYABAzTri0U1atTw8PCQ/GIyGT/99NO9e/ckG6tyFqo8ESiLFi0q+a3q06dPxXZO0SlZLhR8DRi8eljB/rnn8ePHMs0ePHigxb0r4AhknmyXKJmT6Zxd3759g4ODJWvx7NmzFVWuuLg4sa+WTNnq3r27mKfq9zuWJPZBJeuAi+mbAO1Oek2GqD+VK1e24lbjr5G/P7KLafNs4+KU+vTTT8eNGyfZeNmyZUpzDwVfC0auHlawf+6JiYmRaXb27FkrzqGDU5C/RCt1PFvHrMKFCzdt2nTdunUyjY8fP37mzJly5crJNBb75Y0bN967d6+lBgMGDLDvM3QU3ZapTZs2mn4TkIw6derYmHvu3Lkjf/OY3LlzlyhRwpbFWUFkSvncc+rUqd9///3dd9+Vnz8FXwtGrh5WsH/ukTypft++fZrewQJ2JP8EDEWPtnA6gYGBkpVLmDVrlswphGL32tfXN5nDiGPGjBkxYoTkQrXw66+/XrhwQb69/l+BJBG5x8bbl69cuVL+8Monn3xiy7KsU6VKFbE+Pnz4ULL98uXLFZ1jTsHXiDGrh3Xsn3veeustmW8+ly1bNmHCBHd3dx26BJ3J555Uc0jerBo1apQvX17yghexRkyePDljxozJtHnw4EGDBg0sXX/h6uo6ffp0f39/K7qqovXr18s3zpAhw0cffaRdZ5JXtWpVUa9seTa7/JZJsMsDHd3c3GrWrCnfzy1btijKPRR8jRizeljH/rnH09NTZjW4ffv2jBkz5K/WgxPR7e5zjq9///5dunSRaRkTE7N06dJevXpZanD37t26deueP3/e7NQ0adIsXLjw008/tbKj6tmwYYN8YxF60qZNq11nkufh4SF6K/9dyGuePXt29OhR+fZly5a1bkE2qlSpknzuOXXqVHR0tPwqTMHXjgGrh3Xsn3vy5csnhrhMy2+++cbHx8fb21vrLgH20r59+6+++kryep+QkBBLlevGjRt16tS5fPmy2anp06cPCwtzhBvJR0REnDt3Tr693R9MW7t2batfe+TIERF95Nu/9957Vi/LFoqunH/58uWBAwfkH7RHwdeO0aqH1eyfe4oVK/brr7/KtBR7CU2bNt2/f7+mt7QC7Cht2rSiGEmeRHLmzJljx45VqVLltd9fuXJFlC1Lj5l8++23N2zYUKNGDVv7qoYdO3Yoal+xYkWNeqKDn3/+Wb5x7ty5VX8auSSlf+S9e/fK5x4KvnaMVj2sZv/co+h+5H/88YfY4du2bRun+iO16t2794QJE+Lj42Uaz549+7XKFR4eXrduXUu71Dlz5hSrT4UKFVToqBokN4FJHKfnVjhy5Ih848KFC2vWkRSIQSI2b/J3Fvjll1/kZ07B15ShqofV7J97lCbHixcvVqpUacmSJQ0aNNCoS4AdvfPOO23bthUjXKZxaGhoUFBQ0hcDp0+frl+/vqVnTRcoUGDnzp0OdeDgxIkT8o1z587t1Lv+v/32m3xj+27pvby8knkcwWssnQViFgVfU4aqHlazf+6pVq2a0kskxAfTsGHDjh07jhs3TnwY2vUNsIvAwEDJyhUbG7to0aL+/fuLn48ePerr6/vo0SOzLUXBEmXLodYXsVeqKAoUL15cu85oTXwud+7ckW9v39wj/tTyuedvkxw5csg0puBrzSDVwxb2zz1p06b18/MTf32lLxQf7cqVK7/44ovhw4fnzZtXi74BdlGhQoWPPvro4MGDMo1DQkJE5dq7d2/Tpk0t3RROzHDbtm05c+ZUtZu2OnfunKLHPtjx0I/tFH0p4mLacdeoJzLy5cunqL14dzVr1pRpScHXmkGqhy3sn3tcTI+Is2I1cDHtL86cOXPevHlt2rTp1q2bs59sBSQRO22SlevixYsjR46cOnWqpZs6iiK4adOmt99+W9UOqsDSBSOWFCpUSKOe6EB8TIraS359opHcuXMrai/enWTucaHga88I1cMWDpF7qlSpUr9+faVXdiR59uzZEhMvL6+uXbu2a9fOqfcLAaF58+ZiM3/t2jWZxuPHj7c0ydfXd9WqVVY8flkHN27cUNTeqXOP0jdr393rPHnyKGoveWl6Igq+1oxQPWzhELlH+O9//7t79+6XL1/aMhOx+zjcpHLlym3btvXz88ufP79aPQT05Obm1qdPny+//NKWmYhNwuLFi+31NKsU3bx5U1F7+34FYqO7d+8qap8tWzaNeiJD6VE2RacuuVDwNWaE6mELR3lLZcuWHTp0aDLBU5HjJoMHD65evbpYH1q3bq30a1vA7r744ovRo0c/efLEupf36tVrxowZjvyQZKVfgdg3CthIaTJI/hkCWlN6XEPpu6Pgay3VVw9bOErucTHdnXPPnj2KbnGRvFevXh0yCQwMrFmzZqdOncT64Onpqdb8AU1lzpy5c+fOM2fOtOK1w4YNU2ujop1bt24pai//HDcH5Fy5R+mjY5S+OxcKvsZSffWwhQPlHg8Pj3Xr1lWpUiUiIkLdOSckJPxsEhAQ0KJFiy5duthys3lAN/369Zs1a5bkI6yTTJo0adCgQRp1SUVRUVGK2jv19z2WbotiiXN93xMZGal0ERR8raXu6mELB8o9LqZT+fbu3VunTp0rV65oMf+nT5/+ZFKyZMk+ffqIHQLD7g3AKXh7e/v4+GzdulWyvbu7e0hISNeuXTXtlVosXUJiiVOfXxkXF6eofYYMGTTqiQylhVHpu0tEwddU6q4etnCs3ONiulvXwYMHP/vss927d2u3lPDwcLErMHz48B49egwbNsxez8EBUhQYGChfuXr27OlEZUtp7rHjk9htpzQZiI2QRj2R4eHhoai9ouet/hsFX1OpuHrYwuFyj4vpUoIdO3ZMnDjxm2++efHihXYLioqKmjRp0rx5877++muxN6B0VQd0UK9ePbG3Kgq3TOMNGzYEBwfbd5MpT2kUcOo1VGkysO91NEqXbt33PYko+NpJxdXDFo6YewRXV9ehQ4fWrl27d+/ep06d0nRZkZGRgwYN+uGHH8T6UKtWLU2XBVihf//+vXr1kml58+bNsLCwdu3aad0lVSj9vsepN1RKc499Nz9Kc4/V3/ckouBrJ7VWD1s4aO5JVLly5RMnTqxZs2bUqFFK7/Ku1J9//imi8XfffWfjPQ8AdSUkJBw9elS+fVBQkLNULvHWFLV3c3PTqCc6UHqvGvteQqw0danyPQ0FX3WpuHrYwqFzT6KWLVu2aNFC5FCR0CXvvW0dUZi++uqrY8eOLViwQOllnIAWxG60KEPr16+Xf8kvv/xy+PDh6tWra9crtaRLl07RVz7Pnz933q980qZNq+hgkChHdvzKR9Fz01xMH6Vai6bgqyV1Vw9bOEHucTHt+rQxuXjx4o8//rh48WIrLpuUJPY2bty4sXPnzlT2RBI4ncePHzdt2nT//v1KXyh22pyicinNPfHx8c6be8SbdaLco/T7GxVzjwsFXw2pvnrYwjlyT5ISJUpMnTp14sSJ27ZtW758+caNG62+H2UyROb19fXds2ePU18/Aqd27949Hx+f06dPW/HadevWXb9+vWDBgmp3SmVKr0tX+iWEQ1GaDGx8hoONlP6pNbrFAAXfOkaoHrZwstyTSOzzNTERO4tiTVi1atXWrVvVXR8OHz7cu3fvefPmqThPQFJERES9evWsvqmJ2GR+//33kydPVrdXqlMaBWJiYpz3CmQrQp4db+ETHx+vqL263/e8hoKviEGqhy2cMvckEXUh8evQuLi47du3r169etOmTY8ePVJl5gsWLKhfv37btm1VmRsg6dy5c2JfTdEDrt80d+7c0aNH2/eevynKnDmzovaRkZHO++BJpXfMEyHPjkdeoqOjFbXX536AFPwUGad62MK5c08SsS/VzOTFixe7d+8W68P69evv379v42z79esngrNT3x0fzuXQoUNiv9ZSKS9VqtSFCxdk5vP48eP58+eLAaxm59Sm9KHfDx8+1KgnOsiVK5fkbVQSaXFAR54YP4raK/0obUTBN8tQ1cMWqST3JEmTJk0Dk5kzZ27cuFHkVrFboPRy2SRiRfruu+9S9zd+cBybN28W+7KWTvUVFW3lypXVqlU7c+aMzNy+//77vn37OvITlZU+NPvBgwca9UQHSt9sTEyMRj2RoTT32Ov55xT8JEarHrZIbbkniVgfWpjcunVr6tSpYq2w7s5a4oWDBw+211oN41iyZEm3bt0sXUfTqVOnefPmubu7BwQE9OjRQ2aGV69eFTvBzZs3V7OXqlL6JcGNGzc06okOlNYQpclDXUoPHun8fc+bDF7wDVg9bJFqc0+SfPnyTZkypX///iNGjFi2bJnSXYG4uLgFCxYMGzZMo+4BLqZrR0W1tfTk5MDAQFHKE3/u0KHDkCFDJDdLYraOXLny5MmjqP3169c16okOlCYDpc9vV5fSE0QcJygYsOAbs3rYIvXnnkQFCxZcvHixv7//Z599JpKsotc63WoA5zJ8+PAJEyZYmjp27Nivv/466b8ZMmT4/PPPp02bJjPnAwcOnDp1qkKFCrZ3UgvFixdX1N6pc0+RIkUUtbdv7rlz546i9krfndaMU/ANWz1sYZTck6hq1arig/Tz89uxY4f8qy5fvnzlypVixYpp1zEYk9gZ7dWr19y5c81OdXNzmzFjRs+ePV/7vajmwcHBlnbvXiN22sQGwNaOaqNkyZKK2v/+++8a9UQHSt+sc+WeUqVKadQTW6Tugm/w6mELY+UeIVOmTJs3b27durWiu3fv27fP8VcDOJf4+Pj27duvXbvW7NS0adMuWbJElOw3J3l5edWrV0+ylK9cuXLixIlKjyjpo0iRIunTp5e/i7HIPS9evLDvg8qt9u6777q7u8vfjfCvv/7StD/Ji4iIkG8sPhFvb2/N+mKT1FrwqR62cMoKYiNRfcTH+cknnxw5ckTyJb/++mvXrl017RUMJTo6ulmzZnv37jU71dPTc82aNaI8WXp5QECAZOV6/vy52O0bN26cdf3UlNglFdvLs2fPSrYX7+XixYtlypTRtFcaSZcunch5ly9flmx/7do1TfuTPPl+CiIiOPLzQ1Jfwad62MiIucfFFIdXrFhRrlw5yTO8lB4hBpJx//79hg0bnjx50uzUrFmzbtmypUqVKsnMoXHjxoUKFZLcNIaEhIwYMUKjJwnYqGLFivK5x8X0SAEnzT3Ce++9J58n7Hgy08uXLxV93yPel2Z9UUdqKvhUD9sZNPcIBQoU+Prrr7/88kuZxn/++afW/YFBiHJTv379S5cumZ2aN29esSuW4tkSrq6uvXv3Hjp0qMwSHzx4sHjxYsnrV3X28ccfL1y4UL79nj17unTpoll3tPXRRx9ZOjDxJjvWnCtXrih6LmmNGjW064xaUkfBp3qowri5R+jTp8/48eNl9gDUuhU6DO78+fMNGjSwdOqGl5fXzp07xa6YzKy6des2atQoyZuUBAcHO2blUrrJFLlHo57ooFatWvKNnzx5EhERUbhwYa16Y9mJEycUta9Zs6ZGPVGXsxd8qodaDJ170qVL17Jly/nz56fY0r73jEfqcOTIkcaNG1t62EL58uW3bduWK1cuybllz569bdu2kldbhIeHb9++XRRN2b7qpVixYnny5JG/W4xoefLkyYoVK2raK42Ijzhz5sxRUVGS7c+dO2eX3PPrr7/KN86WLZvjH+dK5NQFn+qhIkPnHuGTTz6RWQ3kLzkBzNq6daufn9/Tp0/NTv344483btyo9DmUAQEB8leZBgUFOWblqlevnqJrZUVjJ809rq6uNWvW3LBhg2T706dPN2nSRNMumXX8+HH5xoq+xLI7Jy34VA912T/3uLm5Jf184sQJne+SVK5cOZlmqeysLuhs6dKlXbt2tXTOhNiNCw0NtWKMffDBB5UqVZLcO9+xY8eFCxcc8D4roqAryj3Lli2bPHmyk17N3qpVK/ncs3//fk07Y1Z0dPSxY8fk27du3VrR/Cn4SlE9VOdYtWPu3LkzZszQc4mSdybw9PTUuidIrYKDgwcOHGjpRmGfffbZggUL3N3drZu52GmTP8932rRpP/74o3UL0k79+vWzZMkif0bF33//vWTJEic9u7l58+bp0qWTPK/i8OHDz58/1/kS8V27dsmf1PzWW2/Z8o0UBT9FVA8tOFbuEXtyU6ZM0TNrZ86cWaZZtmzZtO4JUqURI0Z89913lqb6+/v/8MMPtsy/Xbt2gwcPlnxQudhxFJ3JkSOHLUtUndiuN2vWbNGiRfIvGT9+fKdOnawu93aUKVOmhg0brlu3TqZxbGzswYMHP/nkE4079T82bdok37hRo0a2RAQKfvKoHhpxrNwTFRUVFhbWsWNH3ZYo+dQ6u5xdCKcmhlbv3r3nzJljqcGgQYMmTZpk41LSpUvXtWtXyfnExcXNnj1bFFMbF6q67t27K8o9V69enTdvnpNeYyLqm2TuEUJDQ/XMPSJprVq1Sr69SJ+2LI6CbwnVQ1OOlXtcTN986rkaSJ63X7RoUa17gtTk+fPn7du3X7NmjaUGQ4YMSeZpgoqI+ih2miUL+syZM7/66itHu7tu9erVq1WrJn87XUG8i8aNG+fNm1e7XmmkWbNmop5I3hlv9erVYp9et2+2ROiJjo6WbPzuu+82atTIxiVS8N9E9dCaw+WeAwcOXLp0SemDmq1248YNmWZOev0I7ELsNLdo0SKZO8EPGDBArbLlYto39fX1lTw8cefOnRUrVui5pZE0ePDgVq1aybePiorq2bPnxo0bteuSRtzc3AYOHNinTx+Zxn///ff69etbtmypda8STZ8+Xb6xeBe2L5GC/xqqhw4cLve4mPYAJk6cqM+ywsPDZZqJnVGte4LUISYmRuwEi2puqUHXrl3FDpa6Cw0ICJA/LSMoKMgBK1fz5s1LlChx8eJF+Zds3rx51KhR3377rXa90kiXLl1Gjx4t+cR1MVr0yT1bt26Vv3NPrly5bDzIlYSCn4TqoQ9HzD2LFy8eP368PtepHjx4MMU2uXPnTjXX70FT0dHRPj4+yRyvadCgQUhIiOrLFbP18vKSfPbT6dOn9+3b52j32HV1dZ02bZr46yl61dixY4sWLdq5c2eNeqWRDBkyjBw5sn///jKNxXDS4fN69eqViGLy7ceMGZMuXTpVFk3BT0T10I0j5p67d+9u3LixRYsWWi9IrOrr169PsZkOPUEqEBsb27Bhw2TKVokSJcLCwjQ6V6N3796DBg2SbCx22hywctWvX1+sa/JPsErUrVs3sZcs9lk16pVGRIfnzp177tw5mcaBgYEnTpz4951vVDdjxoxffvlFsnH58uW7d++u1qIp+C5UD305Yu4R5syZo8Pg27x5882bN1Ns1rZtW617Amf3/Pnzli1bHj582FIDT0/P1atXZ8yYUaMOdOnSZcSIEaJ6yjTetGnTlStXihUrplFnrCZK6vbt2y3dl9ashISEvn37/vnnnxMnTnSiK9tFiPn+++8lr9U6c+bM9OnTJb8fskJERMTw4cPl24vOuLq6qtgBgxd8qofOHDT37NixQwzQ/Pnza7cIUS5HjRqVYjOxZ+MUTxuGfXXs2FFssJNpMG7cuJIlS2rXgSxZsnz66afz5s2TaSwGv9joBgcHa9cf6xQsWHDWrFlWHLeaOnXqzz//vGjRojJlymjRMS2IneaePXtKHrn46quvqlWrVrlyZdW7ER0d3bRp05iYGMn2ffr0+fDDD9Xtg8ELPtVDZw6ae8Rftnv37itWrJC8zZQVvvvuu1OnTqXYbPDgwRp1AKnGyJEjQ0NDk2lQvHjxvn37at2NgIAAycolLFiwYOzYsUqf6aMDsQ04dOiQFXeGFatzpUqVxN95yJAhOXPm1KJvqps2bdqxY8dOnz6dYsv4+PhWrVodOXJE3XAgZtumTZvffvtNsn3FihUnT56sYgcSGbngUz3056C5RxD59/333xd/348//lj1mS9btkwm+1etWlWkYNWXjtRk9erV48ePT76Nv7+/pidnJBK7qvJ3wRH793PmzJE/qK8nsTcpNlHyp5skEVvxKVOmzJo1q3fv3mI76u3trUX3Er169er8+fM///zzjh07rL6cPl26dGFhYaLQPX78OMXGt27dEsVw165dah1iiIqKatasmfxTwMR2buXKlWnTplVl6a8xZsGnetiF4+YeF9NdWWvVqvX555+PGTMmX758qszz5cuXEyZM+Oabbyw98SSJh4eHKKCqLBSpldgUyZzgqfQyJauJnTb5u/9Nnz59wIABOpRUpcSWddu2bXXq1JH5IuRNT58+nWIitqNiMybmU6ZMGdvfppjtpUuXfvvttzNnzohYdvz4cflb/CVDhBix8WvcuLHMQ7uuXbv24YcfLlq0yPaHY584caJjx47yNw5Inz792rVrNT2rw2gFn+phLw6de1xMO1ViD2D58uU9e/bs169fkSJFbJnbwYMHRXaW/FJ32rRpkg/vhWGJSiHzQE3dbnvv5+c3cODAe/fuyTS+fv262OKKl2jdKytkzZp1165dtWvXPnv2rNUzOWEifsiYMWPlypXF6iw+iEKFChUsWDBbtmwZTN566y1RZGJjY0WsiTURPzx8+PD27dt//fXXbRPxQ0REhNhKpbjttI5IZqtWrWrZsuXz589TbCw+XF9f3969e48ePdq6hyWJETtx4kSRC+WfPyoygeihDk/MMFTBp3rYi6PnnkRxcXHBwcEiYIrk27Zt26ZNmyo6DCx2y8RKu3jx4v3790tWrh49eojKYm1/YQiiqm7YsEGmpagR+tyRVmyfxB5kit+cJwkKCnLYyiWiye7du1u3br1v3z4bZxUTE7PHRJWOaaFRo0ZiY9+hQweZb31EEZs5c+bChQtFjerSpYv8zWbOnz8vyuDs2bMVfVOVPn36pUuXirAl/xIbGaHgUz3syDlyT6KEhIQtJmnSpBHBvEqVKuXLl0/cgUvaexMrzGMTsccWHh5++vTpxG+kxe/lF9StWzdVvvB8+fLln3/+edHk999/T/xB/uU5c+YsUaLEu+++m/ivUKxYMauv1BX1VOz7Hv2H/Avz5s1b8V/EvrJ1HXiN2IdO3B0/efJk4k65pAIFClQ1EQOgUqVKej7M+TVi+yHZctSoUcuWLdO0M0nEjvKECRPE2JNpLEaC+HwrVKggVqUKJg51eWr27NlF9Bk6dKgW59I6mpYtW4qEJ/4Vq4ZM+6TDeV5eXg0aNHjvvfdKly4t1o5MJmJ7H20itpoi7pw7d2779u2SDwX7t/z5869du/b9999X/oZs5XQFXxGqhx05U+5J8uLFi6RvsNXl6uo6bNiwcePGWfHaqKiof+cb8cPly5dlvri25MGDB4dMkn4j1n8xsJJiUOIPogRYmoMoc0lB58yZM9Z15s6dO4nVJ/G/YlMkxndSDBI1V3I+N27cSEo5guS3qW+6devWahMX0x9ElPukGKTpeaxv2rt3r2TLFStWXLt2TdSvunXran1EXGyoxP6x/N3/xOe71STxv2KTKbYxSbVM/KtVR+WIP9d///vfatWqid1xq8eMplS83UvlypXFqtG6det/r/UpumyiVh/+rWbNmqGhoXa/OM4xC76NqB525JS5RyNii75w4ULrnjBco0YNmTug20is/7+b/PuXInn88ccfbzZu2LBh8veEsI5IY7tMEv+bNWtW8ZsUX6XR30f8QU6ZJO6uiVVO5lJVtUg+XynRkSNHfHx8Bg0aNGnSJO26lCggIEDpXY+TREdHHzRxMa0R9+/fV7VrVmrRokWdOnVGjhw5c+ZMyZ1RHYidkBkzZtSvX1/Feb7zzjv79+8Xsx0xYoTMRV4aER+92O/v1q2bvTqgA1sKvu2oHnZk/9wjErdGZwvKEyG6e/fu3333ndiKWzeHhw8fqtsl2xctfyMyW0iWZlWufEmRPm85Sd68eSMiIhS95N1339WmL/+jdu3aSp/xaVbp0qVV6Y8q3n777eDgYLGeikCwceNG+xaNMmXKDBkypH379lrcIVqUxD59+rRq1WrgwIGhoaE6v1MPD48uXbqIYpjMF8m2SB0F33ZUDzuyf+4Rn/2aNWs2b9584MABmXP61CVW8nbt2okS5sgfEhyTr6/vzJkzFb2kbNmyGnXmNf7+/v369bNxJg5472PRpXXr1l2+fDkoKGjRokWKnmhhu4wZMzZv3rxjx4716tXTell58uRZvnz5t99+K3bxlyxZEh8fr/USs2TJ0qNHj/79+4tFa7cUCn4iqocd2T/3FChQoL9JXFzc4cOH9+3bJ9aHX3/9Vet9dzHuxe5a586d1bpRBIxm6NChK1asiIyMlGwv9nR1q7ZiYA8fPtzGlchhK5eXl9eMGTPGjx+/fv16sRHduXOnovNYlcqfP3/dunXFhqpx48Y6n0fv7e09Z86csWPHiugTGhqqxTku6dKlE++uVatWfn5+np6eqs//NRT8RFQPO7J/7kkiCkptExfThZrh4eFiZTh37tx5kxs3bti+iMyZM3/88ce1atVq0KCBumNI8rnKehLVxN5d+P/0PO1GN2JzqOggvZ4yZcpkx7ND9JElS5bOJk+ePNm+ffuhQ4d++eUXMdLEf22cs4gCompXrFjx/fffr1GjRokSJVTpsNVy5879pcmff/65du1asWofO3bszp07Vs8w8YKAypUri2LYqFEj7R54mQynLvi2o3rYkQPlnn8T2baUSdJvnj59euUfYpW4e/fuPZNHjx6J/YZnz56JfxMSEtKmTZvORKzJ7/yjaNGiYlYlS5YsUqSIuo8RBmB3np6eLU1cTBc/X7hwQWxERZW4fv26+PfmzZtRUVGx/0j8ZkhsdEWVyJAhQ7Zs2XLmzJkrVy6RLUShKFasmJeXl/jBMR/tLirYQBMX072bT5w4cfXq1YiICPGzeKdiW5V0A0bRIOnGjIJ4dwX/ISphhQoV7HgDiDdR8KEnB809bxKr7nsm9u4IAMfl5uZWxsTeHdFcIRN790IrFHxox2lyDwAAgI3IPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCjIPQAAwCj+H1vj60TgsOXKAAAAAElFTkSuQmCC)
f(-х)=
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)
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)
; D(y)=R/
![](data:image/png;base64,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)
πn/2,n€Z
![](data:image/png;base64,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)
; функция тақ .
Өзіндік жұмыс
1-тапсырма
Функцияның анықталу облысын тап:
|
Функцияны тақ, жұптыққа зертте:
|
Функцияны зертте және графигін сал
|
у =
|
у = tg3x – ctg
|
у = )
|
у =
|
у =
|
у =
|
у =
|
у =
|
у =
|
у =
|
у =
|
у =
|
2-тапсырма
Сабақты қорытындылау: Оқушыларға сабаққа қатысқанына сай баға қою.
Үйге тапсырма: №84, №82 (б,в), №83 (б,в)