Titre : |
Dar |
Type de document : |
objet à 3 dimensions, artefacts, ... |
Auteurs : |
Vincent Selenne, Auteur |
Editeur : |
Art of games |
Langues : |
Français (fre) |
Catégories : |
A 406 jeu de stratégie (jeu de règles)
|
Nombre minimum de joueurs : |
2 |
Nombre maximum de joueurs : |
4 |
Age minimum : |
9 |
Age maximum : |
99 |
Durée moyenne (minutes) : |
45 |
Principe du jeu : |
Jeu de stratégie abstrait pour 2 - 3 ou 4 joueurs basé sur une mécanique innovante et inédite de plateau modulable!
Avant de jouer, chaque joueur va déplacer 2 baguettes qui vont créer 4 territoires sur le plateau. C'est à partir de ceux-ci que vous allez créer vos stratégies pour contrôler un maximum de zones.
DAR est donc un jeu de déplacement de baguettes et de placement de pions. |
Contenu : |
- 1 plateau de jeu - 2 baguettes en bois - 200 cristaux de 4 couleurs différentes - une règle du jeu. |
Dar [objet à 3 dimensions, artefacts, ...] / Vincent Selenne, Auteur . - Art of games, [s.d.]. Langues : Français ( fre)
Catégories : |
A 406 jeu de stratégie (jeu de règles)
|
Nombre minimum de joueurs : |
2 |
Nombre maximum de joueurs : |
4 |
Age minimum : |
9 |
Age maximum : |
99 |
Durée moyenne (minutes) : |
45 |
Principe du jeu : |
Jeu de stratégie abstrait pour 2 - 3 ou 4 joueurs basé sur une mécanique innovante et inédite de plateau modulable!
Avant de jouer, chaque joueur va déplacer 2 baguettes qui vont créer 4 territoires sur le plateau. C'est à partir de ceux-ci que vous allez créer vos stratégies pour contrôler un maximum de zones.
DAR est donc un jeu de déplacement de baguettes et de placement de pions. |
Contenu : |
- 1 plateau de jeu - 2 baguettes en bois - 200 cristaux de 4 couleurs différentes - une règle du jeu. |
| ![Dar 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9YrvXR5TLnbNT3RmvgSLjPTCyiR165ZWII0R9vJxjBYdke01HGtspafs/UWNNRwvN8EWHHprdLaeLSxmtVjYMCQXgZlzsRv2vxq0oKaafgcrtqctLrJbVnJfWLiV2pDBlQ/NwIkx4Y2LD15raPc1/E403rdRwlx9P9m29GcRWW4B5gKCPAhmyPfTV8pMl7HWJTTXl+50qqR3RQCgFAKAUAoBQCgI7cDtt9o/maA+ffSaOr4pcZGx0uP70EY/mWrNXukU+pDZRhiPAn863MEs6LQ8SEZktphaxFerMpYRBhkHCtgsxyOajuxmqV+tqrl3fMpeSWX8zoQWovrVa91f3OTNl6NxO2u6vJ7l/FQf/AOkxJI9QrRS1lnuVqK85P9kQWS0lP+W1fBcv7GXDZWsX9laRH60paY+5sKPdW/4C6f8Altfwjx/spz7Z0df+Kty+PC/cmXC+jd5cRrI8wiiI1KPk9k8joQBdJ8zWFptHQ87MvzfP6mVrtdfH8vEE/JZf3NzbdCbYqyrMxfHMaQufHTjJGfOpq+0Yt4hjgq39mTsWbpyk/Vml6AqFvGWRRqCMFz81wRnHngNVrUtuGUc3s6KjftkuVn7HSTXMweiI/wAahAvIGPKeKW1b2jXH+IerNXutEO7u74TXw/czujc+u2iPMqOrP2oiUbPtWo5rkvauGy6S+f15MbpfewR2s6TSKuuJ1C5GtmZSAEU7k5pBPPBnSQsldHYvFHMeiXStbSOWCSDrUc6gMgYbGDnIOxAG/djv7rNlW89Dr9A9RKMoSw0ZI6WXcoaGyt1iDDcRK0ku+2S/9dII8a1jTGJouyqa8Sunn4vBoeDcCkuLhbXGhsnVqGNOkEnIO+cA7VJKSSyX9RfGqp2PlehN4ujfDYHEM85dwdJGCqKSARqIyV2I+d3jNRbrJLMUcSfamoks1xwvqbay4YkEkCDcQ3MqLnmFniLp68HG9ZUnKDOP2jZ31td0ly//AIXxxUtl9RDhiNGfBsYA7/8ArvrzDtulbmL5T6eGC86Uo48MdTM6Jw6b6+X7Dff1N/WvUWvNcDzujht1FvyJtVc6YoBQCgFAKAUAoBQEfuPlt9o/maA5f6TOiRnee8VlHVRRFkOcspLrlfVp/CpYSxwGouLz1OU8FsBPeRwNyeUK32c5YevANa6u500TsXgjWqG6aR2ro9wiK+mm6wlY7ciKONMDC9pR6h2O7fl4VV7PgtPp4yXMpct/E27SbttenziEUuFxltZ5JnY9H7WHHVwJkfOI1t7GbJFTytnLqypXpKa/diRP0n8OUCK4VQMkxuQMZONSZ88BvwqfTzfKZQ7SpSSml6GXY8RZuGwuuDoYRSD6qZC7922iub2tXJwePNZOv2LOM4Ld5YMuO9VpE6vdtY7IBG2RnHsznyFcfTaeTtjZFY5+x07IuEHuI/xAC14mZfmiTWe/syAF/wCZ9q9lCPeU4PFXS7jWbvDOfqS+66U2kYz1ofyQFz+GwPrIqoqJvwOxPW0RWXJfqQ7j/TETPAY42VIpllyxGolcjGBkKMM3ee7ljeeulxzko265TlFRXiYnFrS9+Gz2to8oR267SjlRpcAk5yANzjn4Vr7OMyPoNE9LLTQuuSyljn0Mm29Grv2ppVQnnpy7E+Z2GffUffpdCGfbFUOK4/sjVdHeAxpxMWk46wKWGCOyzBCy5HhjfHsqSUvYyi1qdTJ6J3VcN4/hkhm6TyKWaARpFHIy9VoAyqdnLYHZJOSMY7qwqU1ycHud8d03yYfFCI+MW9wo7Mwif2SqYj+ArVcwwdTTPvezpw8s/synEuCXnXSQLGzrJLJIsmeyqyNnJPfgbYODtUkbI7UzlwvgoG94tdKomZGDmEQTEgjdonCtuPqkZ9tR1cvHmUtZCS0ym10ZrRxtZZtVtagSHtamJbB72EakKT55rMdJBPdI5ku1LZ/l1p/MlvRKOQSTNKMMwQnxPyhnkO4Acu6sW7cJIn0u7dJyXLwSyoS6KAUAoBQCgFAKAUBoJ/lt9o/maAj3SOz6zrADj/Z5GP1hGkox75Qf7tZRh48Tgb5t7vrl5xyiQDxwQ2PaNvbW9sFbW634poxF7ZZOydFJBFxF1B7FwmpfMkdYD+Dj21S7Pm7NJHPWPD+Rv2gtuqjZ4Tj91/o6Jip8EZHOnzR/BGR2AcspRdtRYMM4Hhp1b+FTUpqaZT1210tMh/RnpD8ER4mjEiMc41Yw2MHmDkEAe6p7a9/Jz9Jqe4ymvUyI+PSk/wCzwRwluWhdcn3m7vILWYaWEVlm93als3iP8mBxC0mB6yZXDMdWpgcnuO58B3dwxVmLjjEX0OZbGxy3WJ5fmbvh/R2HqBc3DtpPJVwTucAZOdye4YqrqdZ3WfQvabs+M4Kyb6+CM224dYyh7Zbco5UhWbJbOOYfJIIPd5HnXOo7Q72XU6S0lONqjz5mdwGQFoZcby24Rj36oTjB9matXI6NU3PSpeT/AFJBiq+CI590qhMHEoroDs/Fsx79sqwxz+QlWI8xwd/QzVuklV48/wB+p54vbcN60zde7BiXMUe4ZmOWyxwBnwJzvWynPGClXRqprao/Uw+K8bFxcRyLHpVMIo2zvkZJ7ufIZxisRjhHT02kdNMoyfUkEfDbm4UF5MIRtqJb26TsfWQPXWjlFHPlZp6XhLLKycBERKh9XXRSxEkfOKFlxudsry8q2rnlkGpv/EUyjjGDX8S4v8Fhght8Rl4BIz6QSzdlceZzqJJ8q0tb3PJr2Ro6rI5aJX0Hv2uIRNIAHwUbAwDodgDj1fjmtY9DTU1RrtcY9CV1khFAKAUAoBQCgFAKA0E/y2+0fzNARzpdA7BNBwdEufNQoLj7uqsobVLhnEOOLiZvPB/AVIjUmPDbxmtLW4RiHhJgJHMGPeP/AC/nVDSfl6q2p9Je0v3JNanZot66wef2N0vGOI3XZV5SOREa6faWQAj2nFdTu4R5ZwXqb7OI/YyrboRcvlnKITv2myxPmVz+dHfBcILRXz5l9zXcH4evwtYJhj4zQw8SCRjPmQB7alz7LlEqxh+aoT88MkPG+kHweSS3tVij6oLrbTuXcZCqO/AIOT5+3nuTlzJntez+y6pQUmuvkeTxU31jI7qBJDIMgciCMasd2zNtv8mptLLFnxOX29olVBqPPijzZ28lzYqkZPWQTBwMgZG5I32+e3urTtCly6eJztA99O3yZ76O8PnEwuJwYkjLNqc6dRIKgHJ25k5rm6bSuMtzRdUWnmR6teJqI5JYsEQXTMudgY5sj3HNdiyLws+RY7M22udafXP8l89JJ5jphj0nyBY+8jl/dNQ7Uup0vwEIc2SNVx+xn6syTZycHOQTtvgnu2B2AFbRa8C3pLaYzUYGbwbo7Akcc0qmSRxkIThRtnlzOBsc9/dVXVaruiPUay2U5Qhwl4mTxeyhkgOiJY2iYEaQB8rIG4HLOPdWmi1ff58GQUW2Qt5llPzN7wmQNChHLGPYNh+FTzXJR1CxYy3xYgCNv3ZUI8+YI+6WraCwKeW16Mjd9w6KZBA9vNI8LOqshCro1k4ZycBcYHI8tqmnDc8lei+ynMY5JJ0SJUPH8UqxooWONi5T5edbnZifIDv8a0koroS4s96xdSUitAVoBQCgFAKAUAoBQGhn+W32j+ZoDXcUB1QFQCetCjPLtgg58sZFMg4d07txHezIuNIZguOWA7AD3AVKjXOeTN6ET6o7m279InQecZAfHmQVHsrn6t91fVf67X8GW9LFWKVT/wC5NHYeg8ytZx6QBpLK32tROT6wQfbV273zlaRYr2+K4ZvqhwWTnHTOEw3vWLtrCyA/WG35oD7a6GneYYOJr4uFu5ej+hmdKOjcdyfh0dxHEJFXWXIC7ADIb97AAI8qpyrecHpdJ2k6q0/A9WElvBbyW8bmV5ciSUqVXLDGRq3YgcgM5Phmp66JJps5ms7QhqMrOeMHjh7PGWWDWpYgeGQeWQwO+S2DpqzNKXvHMpbr4h4nu66LzSkNLPjfnIdbDPcu/wDUVBLU1Vom/BX2vMn/AH4FbfgRtnmgD61ngLKcYOuI5xjJ8fxrHed5HJ0Oz4PTXpZ4L3F+MdQltDCerEsZk1BQSdKjsj6xJ3Pl51pXBSy5HTUHZbLd4FrhV69zbzRysXMRXDEYJDZByRsSBk586WQUZJoykq7lgyordpreORCoeHVnUcDDjJGe72+FUtXpu9xySWT7q2SaymW4bnsSIv8AtEz4XEQLIoB5mTGnPPl4D11tp9OquhrtbmpP2YrzLdvdyQqIWnVD3RRr1823gACBt41b2Z5IdVqdNvystl4wzgNMlvllBIa5k1SEDfCRrlU5ciRROCeMlOepta9mOEbG3K3DFnJZdEbquTpxIuc4HPcHnWlja4LMbMVRcfE3NgoUOAAAF5DYfOqOJHlvqbheQrYFaAUAoBQCgFAKAUBoZ/lt9o/nQGq6QkiIMpwyupU+B3AP40BxTpvaPFPpkUq2DkH18/Mb86lRhx28GJ0Uvepu4XPyS2hvsydg58hnPsqpr6u808kuvVfLkkontsTOq9DuLR2jz20zaF15QnOMjY5xyyug+ypqp9/TCxeKK+q20aqafCl7S+f+zbX3Ty3XaJXlPccaF97DV/lNSRpbKtmuriuOSJca4tJdPrcAYGFUclHPv3Jz37chV2qpQXByNRqXdJN8GTwDo811qcMqKuAWxk5IzgD1Y7x3Vi25Q6mdNppXZw8JEg4YbKLSmpnDcpCMKfDdcH2tn11y32lGc9qeDqVaWuCw+S0111F8Iyu2pVBz3Ny92sj2V0VmynJUlYqdTtxxx9zKu+IATSpLthgFO57OMjYcvGvJ6qEp2uLPWV1vu4uB7DnTbTHkJig845AwOPLYewV2uz4SjVsn5HN1eFamjEvrSCSP4NMkrPEzqnVqS2knuPycYwMN4VZTaeUXZKbl3kOjLZCW0PUZjtIycnW3WTvyz2V5HbHf7KztlJ5ZBK6mqW6csswOGmGaTq7eEzuMsZLg6Y1GeYRdzuRgVvKO1ZkRT7WndLZUsG0CxyMIZrp2ySoSIdTCGzjSNO5Oe8nBxVT8bDfsj1K0oyn78mzUdEfiLi6iAy6I+nPf1bYx7dj7KsamTdW6JW0MUr3GRvOG3wd49JJZsahvyx2snkf/AGrz+ljZK5S59T0F8FGDT6eBh8J4jHbiMyNherkgLYLdq2mYLsoJ+Sa9BNZK2lqldp9sOXFm/wCj/HI7nr+rDYRV3IA1ahJyGc4278VG44NrdNOlLf4kqTkPVWCE9UAoBQCgFAKAUAoDQT/Lb7R/M0BrePDNu/lg+5gaA5f6XUcy28jnJaEDV+9jG/r7vZUkDVkANbMHSJQbk20oIBuEQE9wkBCPnyBx7qo9mPYrKX/2N/R8o17Xh3lVVq/9X8+n7kwbgdpaMqdWZ5Spc62wqqPnFRtg74BzyO9banWupcFOOkqjw+WZD3S3VtLB1So6xl0C40kryK9674Ujz7610es7yWfFG9tUZ1uGDSdDZWliurVWw0kRKd2GAK/jqX3V0NTHdHPyKWgeHKHnyWorS7lYQGNwQoQkqQF7iTtgjG/Pfurz8dHJz5R0NsuhmdNJU+ERhG1yKiq2nc5BOMgfOwSceqvS6Z4i89Dm9oQcrI7OuP8A4bWeeaZVeS2ghIH9pOc/djwD54JqCVUE+uTqUu+cUoxwV6jPxknXXOjcEgRQrj9xRjOPEU3pcIsQ0nK7ySyX7iVppzGZTHF1KzHQQrMCcHL8wBvn2VlvbHK6leyMnZ3eehqOHcbgikTq7ZVjk260sDIQTgMxOSQfAnNJVyay3yWo6KMI5XUxeEjqeKSwDsh9ajG2A69auPUAAKTe6s41SVepaPFlwi6DIk3Yji0hpSQFCqc7HODn+u9ceGjfebmvEvKLXUwLvjixcQkuYcSITjGcBwUUNggHbVkg+QrsqOYYZz52qF7lHoZUF3fXRJtoVgRubooXIPjKdz/cx6q121w6kzvvu9xcFbXhB0paz/8Ay7pc6TkFJ48jBx3suKzKSayjrdk2TpjYn1wSLoneROLoQoiInZGAdR09auXJ5ns5Hkar5yWdVGWIym8tr+4J2nIeqslM9UAoBQCgFAKAUAoCP3B7bfaP5mgMPiq5hlH1G/AZoDjXTmd3SIMchCQvqbUx/GpYmm3BEKyZJn0YuC9k6A9q3lDjHMJNt/OCa5/+LXJ+E1j5r/RO4d9pLK/Fcr5cnRuL8LkuxFfQbs8IV0zjPM7dxwSRjI5VnVadzeEc+K7yKmvIpweOOwJlvJkWUrpWMHU5XYnsLuScDx9e9babSuHKM+zX7zNDwLh14snwiKPqEySGmIVQp+aQd2GMcvCuk3HbtkUKdNdKzdWiQpmckPcTXPikC9VAPJpNtXqJNRZjHojs/gbEs3Sx6f66nq+tZ7eEtCkMCjYiMZkAJxkuRvue6te83MuaSrSKajht+ZjWvEY4rOS9YCSVWC5ftaXbSF3PIAtk+2m3dLBLq1NWKuPC9D1wrj8xulikcSJKSo7OMEKT2cd22+c8+6t51RUMor3UxjHcisDhXt9eAA09i5J2we1Hn16QPbWOsWVdalG+E/Nf37o0j8IgtJFE92jxxkERKNUjY3GsD5HtOPVW3eSkuEbXa+Kjhmr45xszXJuYwY8Y0nkw0gYJx37eru3raMdscHAuu3Wb4mzfgk8wWa+uurU7qHOWx9VBgJse72itMpcRWS3DTX3cyZjdJODQ2rQSRsZIn3OSpB0lScFQAQQ34Gswm5ZTIdRQqWvIv9N+MSC5eHWyKgj6vSxC4KltWBvq1EAeGmqr4PYdnRpVOXg2d07qA8met+CwTsO/XayhmPrIc+41ND3Tm0OP4xxj0llf36mx6PPa4vJLYthwGcMCAGIlPZB3HM/0qNxwS3wtglGz5HQU5D1UKp6oBQCgFAKAUAoBQEcuD22+0fzNAWpxlGHipHvFAcf6cKDBGw5g4PsY4/mreBNdh1wf94INW5WJH0EnAuTAT2Z43i/vY1KfwI9tc/tJNVq1dYNP+S1o5qNqz4nQeDRhY1ia8nYuM/BrbOoE7srP8zBznGBzro7oyW7BFHsi6DknLEE3y+Dd2PDuqICR29lqOzOVluGJ8ycZPkTWjn5EkaNLV0Tm/ov5I/02sZIpU1zPKHBKlzyIOGGOW2VPtrMJZO52ddCyL2xSa8joPDGUwxFAAuhcAcgMDYVBJcnn79yslu65PV9b9ZG8f76sufAkYB99I8M1rm4zUvI5x0VvIOrnt7ptMcmDk5+UpzzHI7j7tWJZ4aO92jTOzbOpZaKWfE7O0kaS2WSeTcB5OwgB8BjJPrA9dZlukuStHs++3/I8Io9w89teCUdtWS5xjHfh8A92k+dZhwyr23pox08XHouPobzg/QiFVVpiXYgHSDpQZ3xtuceOR6qjne+iOFVoY4zJ5MTp/wAJiSGOSKNUw+htIAyGBIzjnuv40pm2+TXWUxjBOKMTjTXEhhnWJpUkt4lXSudL7mRQcdnfv/SpINLK9TsaK2HdJvqW+kqCOygt5HBnVy7ICMorB2IYDlgso88eVYi8zbOb2jOM/qeU4/cXAjjitUaWNQvW6dbDbGoahpTl35FYcIp5bIIau1x2wRlW/CLlJ0luXD9eHgbtFiNcblQdsAZHIHFZ3RaxEm00ba7o2TNxwe1SO0xGAGkiBY+LlWBz5Akionyzsay2U7ZbvDodFXlWpWK0AoBQCgFAKAUAoCNXJ7b/AGm/M1kHgGhg5X0y4dizaYHlL1ZHmNLD8A34ViM/zNvpk2a9nJzqpyMu2lyYpElXmjK49akHH4VHbWrIOD8VgzF4eTs3RW4WPiJAxpuIy8Z+1iTb16X9wqnoZuelSfWPD+R6DXZt0UZ+TNFe8RyZfhAxL1rhuZ3GwUD5qjGK68eOhRrUVBG+4/aueGW7S7OhGPHQ+oKPXp0bfVqumt7wb9m2f8lpdGv0PHR/plFb2wilWRmXOnTpwQxyBkkYwSfZisShl5LGs7Nstu3wxhlqbpRe3mY7aIoDsdGWYA+MhwF28lPnTYo9TMez6NP7V0v7+pGo+Gv8JS2lBjLOqEHHZDEAEY2Ox27qkzxlHUd0e6dkOeP0OhWnD7e2YrBEpdMAu3afJ3wPD2Yri6vXzjJxguh5+d91yTslw/BdCnECJZIXOAJkmtX9brqT8VY+2ruju72tTwQuvNVlT8MMzuj14GtIpHYDSgVyTgBo+w2SeW6mpZx9o5tMswWSN9M+kdvLC1vE3WMxUlgOyoUg7H5xPLbI3O9SVwaeWVNVfCUdq5NJwP4fcJ8HglZYl5nIULqOcagNXjsCfVW89q5ZBS7prZBm1uehKRwSSGRnkVWcYAC5UFiMbk58citI3ZljBNLR4g23ybL0fyA2pAG6yMG8zhSD7iB7K1vTyS6Fru38TY9IWxEHzgpLE49YlXI+6TWKuGT29PmjBkl6vMRBAUtpPcVLMRj1ZxWcFu17mpeZ0gVoaCgFAKAUAoBQCgFARe6Pbf7TfmayYPANAc76Y3JFvc2+NjIZAfAqHB9+R7qx3ebFL0wM8YOWVOaigJ9wbiLC2tLpd3tpDEw8Qh1Ip8AUOPbXO067vVWVeEsSX7noOz2rtPKpkh4n05R2VobNOt5B5AHYE9yqvP159lX1DzZFX2S1/klx6f7LE3B+KXo6yUNgZKq5EfPuSPAwe7JA9dZzCJahfotK9sXz0yufv/Bj9BLGKe50TLqARmCnkWBXZvHYk48qzN4jlEvaF06qN1b8evoSJ+kRwDAyRxhmCIqDGldgWGNs88DHKuFdqrVZweRndKfLZqOnLkta3qjBkjB8g6EMP5/8tdmiW6PJ6PseanVKt/3PBuuKTwf96W7SMShWKjtPsByVTqJ7iMbGqU9DGdm4pVq7PdbM4NPxHpKrdTHCpCxSrKXbGp2UnJwNgDknnn1VdrrUFhFzT6GUd07Hy01gq/RwzXdymvREriUnn/ajUMDPPGd/KpZ2KEdzPHy0sp2yhng3NjwOyX4vqixcY1vu2/Ij90+YFcyHaSnaoLx6F7/p0Iwfia/0eSlWngbmCD7QSr/7tdG5ZSZS0TxKUSVcRvookJlYKpBGCd225KObHyFQxi8l6cklyQvo18KgRhhIkfBBlBL5xzSNTqY/oKs2bX1K2i093OFwbkWjn41suwGQ85AAP1IV7Kes71F3iXCL8aK4tb5ZfoaniTyTzdYhJQxoc57IJXdR3Zz3edJPhGjjtnJeB2IVGbigFAKAUAoBQCgFARS7Pxj/AGm/M1kweAaAinTKwVreVwvaDtlvqsqDSfawI9tRJyVvXgz4HFhVs0FASjobLrjubX96MTJ9qI9rHmQR7q52s/Ltqu9dr+DOl2bZts2+Z0Ho5dRW3DVuUUdc7mNpCoJVi5Ayf3QoBA8SPE1PqZyjF4Iu0rrVNxk+DKs+NP8ACVAkdw0gQqdwQTjOk/JwN9sVy9Nba7MPlM5il7XBHpnFlxVmOQgl1/8AhyjJwBzwHO31a7q9qJ6yC/E6Lb44+6MvizcOSTUsry5Jbq48aQzHJ+MIwB5DJFVPwcXLccSrsq6x8xx8TW8f4pNdqrGPRDH2VCglATgbtjBOwHd6qtxiond0emr02UnmTL/AuBQNA95cO3Vp8xcAkgA4J8SWAAGDnvrE7GuhrqtZZGxVVrl+LN3wvjEDyNYC2EQkDIDkEkhTs/fnAO+TUOXnqUNRTbCKuc8l2yVmZVJwZ7Tqyf8A6tuxH5MfdW90O8qaOVbJVavcvHn+/UsteiB1W5kXK4KxodcrEcjgch5tjlVHT6Ha90ucE12phjEV1NdY2cxmkuQ7Q62ZtMahn0uxbGXwnh3nlyrqOcduOpya9NJWOecZNlHZyBtSBUY85XJmnI+22AnqG1RuR0a41Q5ay/UuWvDNDdYZHZzzYkZ7+RxqHPxrVvJNPUSmtvRehmdQuckZPie03vOTWCue2Wsg6EK1NhQCgFAKAUAoBQCgIjdn4x/tt/MayYPANAa7igDQ3SHfCh//AC2GfegHtFQWcTUs/wByZzxg4ARjbwq6aFKA2fRm+6m6hkPLWFb7L9hs+QDZ9lVNbV3tEo+PVfLkkpnsmpHSOj19bw/CrC7bTGXDp8ru81GQcKhHtpXJaimMvNHV7Rone4yis8Fj/tHbW7k2cTyyEkCWXYb8tMa4LHu30mpKtLCHQjo7HfWx4NPxWK5Z/hFyrq0hzll05AwMAY2AGNqsLHgdrT9zGPd1PoSG0sLW2torqRBNLKwVFc9gMx7xyIUAkk53Hdmo5zecFC3UXW3ypi9qX1Llh0la5620lEYRo3CMgbstjsjG+Rzx6u+ol1yitqKIadxsjLlNZTMTh1k7Ws9rIjASFWRtgAynOSCQ2Nl7vGt54ZjV6qErY2V+Bd4FwOSGQTPIjMM6RpJCkjBYNkZOPEVookGp1kro7fA3DWQbGss2GZxk4wzHLY04/Gt8spT9rll63tETZEVfsgD8qGMF7TQHoCgK4oCuKAEUBP61NhQCgFAKAUAoBQCgIhef2j/bb+Y1kwWGkAoYyR/pHLIAZEOAy9W/f2Se/wD68Ky64yxnwGTjF2MO48Gb8zUpgslqAtuwoDoOj4W1tLviVEEzKpYoy9lycDw5ZqjooupTrfRN49Uz0FGthHT5fvInPDhb2/8A3e2wf33IDH+92m9mAKne59TkXam633n8vAtcZRrpQkpAUNqGkHVnBGCxJyME9wrMfZ6GKLp0tuHwLScLj0LGy60Q6lVyWUMckkKdgdzvjvo+TE7ZSk5N8szI4QBgAAeA2FDTJcCUMZPYWsg9AUMHoCgK4oYK4oCuKAVkA1gE9rU2FAKAUAoBQCgFAKAg/EZT1kgH77fzGtsGpi71kHiaIMCrDIIwfVTIOd3Po9neV261FQsSpwWYgnvGwB9tbbjBnWvo8gX+0Z5PbpHuXf8AGsbmZN3ZdHLeLdIUB8dILfeO9YeQbRbesGcnsRUB7EdAeglAVC0B6AoCuKAqBQwVxQFcUAoCtAKAGgJ5WpsKAUAoBQCgFAKAUBjtYREkmJCTuTpGST7KAp+z4foo/ur+lBgfs+H6KP7q/pQYH7Ph+ij+6v6UGB+z4foo/ur+lAP2fD9FH91f0oB+z4foo/ur+lAP2fD9FH91f0oB+z4foo/ur+lAP2fD9FH91f0oB+z4foo/ur+lAP2fD9En3V/SgHwCH6JPur+lAPgEX0SfdX9KAfAIvok+6P0oCvwCL6JPuj9KAfAIvok+6P0oB8Ai+iT7o/SgHwCL6JPuj9KAp8Ai+iT7o/SgMmgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAf/2Q==) 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